Write a computer program to solve a tri-diagonal system of equations.
The code should do the following
1. It should be general for an n-dimensional system
2. It should have comments in the code explaining the stages of algorithm
3. use two (10*10) examples to show the performance
requires usage of c++ and/or MATLAB
Write a computer program to solve a tri-diagonal system of equations. The code should do the...
Please solve only if you know how to do it. Write the code using
C++ (not Python or Java). Show and explain everything neatly.
COMMENTS (7.5% of programming assignment grade): Your program should have at least ten (10) different detailed comments explaining the different parts of your program. Each individual comment should be, at a minimum, a sentence explaining a particular part of your code. You should make each comment as detailed as necessary to fully explain your code. You...
Using MATLAB
Write a MATLA code to solve the following system of linear equations: -x + y + 4z = -2 20y + 3x - 1z = 3 3z + 2y + 6z - 3 = 0
NOTE: h=(b - a) / N
Consider the differential equation y" y' +2y + cos(), for 0 x , with boundary conditions (0) 0.3, Show that the exact solution is (x)(sin3 cos())/10. (a). Consider a uniform grid with h (b? a)/N. Set up the finite difference method for the problem. Write out this tri-diagonal system of linear equations for yi, (b). Write a Matlab program that computes the approximate solution yi. You may either use the Matlab solver to solve...
I need to write a matlab code that solve this system of equations: x = 0.768(110-z) x = 1.344(y-40) x = (75*(1-0.004*t))*0.008522185*(((110-y)-(z-40))/ln((110-y)/(z-40))) for t from 100 to 250 with 1000 increment! Note that ln is natural log, I don't know what it should be in matlab!
The pscudocode shown below solves a system of n linear algebraic equations using Gauss-Jordan 125] elimination. DOFOR -1,n DOPOR 1 = k + 1,n + 1 END DO ae 1 DOFOR 1 = 1, n k THEN IF i DOFOR j- k+1,n+ 1 ENDDO END IF END DO END DO DOFOR m-1,n END DO Write a Matlab function program GaussJordan(A,n) which implements this algorithm and a) returns the solution. Here A is the augmented matrix consisting of the coefficient matrix...
Write a program that would solve an arbitral system of linear equations, and in the case of n by n system find the inverse of the matrix representing the RHS (right hand side) of the system. The language is not important.
Write a computer code to do the mode summation for a string with a length of 20, wave velocity of 3. The string was plucked at time 0 by a source at position 8. The source function is ?=exp[−(?+?)./4]. 1a. Show the mode summation at time 1,2, 3 for the first 40 modes. 1b. Show the mode summation at time 1, 2, 3 for the first 80 modes. You need to have sufficient comments in your scripts. It is not...
write out the system of equations that will solve for the
reaction at O and the tension in three cables (AC, BD and BE). you
dont have to solve the problem, but you should generate 6 equations
with 6 unknows. show your work please.
Write out the system of equations that will solve for the reaction at and the tension in the three cables (AC, BD, and BE). You do not have to solve the equations, but you should generate...
How to write in matlab program ? (1) Reduce the following system of equations to one equation in terms of x and solve the resulting equation numerically using Newton-Raphson method. ex/10 – y = 0 and 2logey – cosx = 2 (2) Solve the above equations numerically using system of equations, first by plotting the graph to obtain an initial approximation of the roots (such as x = 1 with y = 1 or other combinations), then produce the results...
The problem: Write a general an M-file to solve a system of linear equations by using Cramer's Rule. You should have in the argument (A, b,n), which (A) represents the coefficients, and (b) is a column vector that represents the right hand- side of the equations, and(n) represents the number of equations or the unknowns.